{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# HiddenLayer Training Demo - PyTorch"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "import time\n",
    "import random\n",
    "import numpy as np\n",
    "import torch\n",
    "import torchvision.models\n",
    "import torch.nn as nn\n",
    "from torchvision import datasets, transforms\n",
    "import hiddenlayer as hl"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Basic Use Case\n",
    "\n",
    "To track your training, you need to use two Classes: History to store the metrics, and Canvas to draw them.\n",
    "This example simulates a training loop."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# A History object to store metrics\n",
    "history1 = hl.History()\n",
    "\n",
    "# A Canvas object to draw the metrics\n",
    "canvas1 = hl.Canvas()\n",
    "\n",
    "# Simulate a training loop with two metrics: loss and accuracy\n",
    "loss = 1\n",
    "accuracy = 0\n",
    "for step in range(800):\n",
    "    # Fake loss and accuracy\n",
    "    loss -= loss * np.random.uniform(-.09, 0.1)\n",
    "    accuracy = max(0, accuracy + (1 - accuracy) * np.random.uniform(-.09, 0.1))\n",
    "\n",
    "    # Log metrics and display them at certain intervals\n",
    "    if step % 10 == 0:\n",
    "        # Store metrics in the history object\n",
    "        history1.log(step, loss=loss, accuracy=accuracy)\n",
    "\n",
    "        # Plot the two metrics in one graph\n",
    "        canvas1.draw_plot([history1[\"loss\"], history1[\"accuracy\"]])\n",
    "\n",
    "        time.sleep(0.1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Comparing Experiments\n",
    "\n",
    "Often you'd want to compare how experiments compare to each other. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x576 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# New history and canvas objects\n",
    "history2 = hl.History()\n",
    "canvas2 = hl.Canvas()\n",
    "\n",
    "# Simulate a training loop with two metrics: loss and accuracy\n",
    "loss = 1\n",
    "accuracy = 0\n",
    "for step in range(800):\n",
    "    # Fake loss and accuracy\n",
    "    loss -= loss * np.random.uniform(-.09, 0.1)\n",
    "    accuracy = max(0, accuracy + (1 - accuracy) * np.random.uniform(-.09, 0.1))\n",
    "\n",
    "    # Log metrics and display them at certain intervals\n",
    "    if step % 10 == 0:\n",
    "        history2.log(step, loss=loss, accuracy=accuracy)\n",
    "\n",
    "        # Draw two plots\n",
    "        # Encluse them in a \"with\" context to ensure they render together\n",
    "        with canvas2:\n",
    "            canvas2.draw_plot([history1[\"loss\"], history2[\"loss\"]],\n",
    "                              labels=[\"Loss 1\", \"Loss 2\"])\n",
    "            canvas2.draw_plot([history1[\"accuracy\"], history2[\"accuracy\"]],\n",
    "                              labels=[\"Accuracy 1\", \"Accuracy 2\"])\n",
    "        time.sleep(0.1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Saving and Loading Histories\n",
    "\n",
    "The History object store the metrics in RAM, which is often good enough for simple \n",
    "expriments. To keep the history, you can save/load them with."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Save experiments 1 and 2\n",
    "history1.save(\"experiment1.pkl\")\n",
    "history2.save(\"experiment2.pkl\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Load them again. To verify it's working, load them into new objects.\n",
    "h1 = hl.History()\n",
    "h2 = hl.History()\n",
    "h1.load(\"experiment1.pkl\")\n",
    "h2.load(\"experiment2.pkl\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Verify the data is loaded"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Last Step: 790\n",
      "Training Time: 0:00:29.312315\n"
     ]
    }
   ],
   "source": [
    "# Show a summary of the experiment\n",
    "h1.summary()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Draw a plot of experiment 2\n",
    "hl.Canvas().draw_plot(h2[\"accuracy\"])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Custom Visualizations\n",
    "\n",
    "Adding new custom visualizations is pretty easy. Derive a new class from `Canvas` and add your new method to it. You can use any of the drawing functions provided by `matplotlib`.\n",
    "\n",
    "Here is an example to display the accuracy metric as a pie chart."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "class MyCanvas(hl.Canvas):\n",
    "    \"\"\"Extending Canvas to add a pie chart method.\"\"\"\n",
    "    \n",
    "    def draw_pie(self, metric):\n",
    "        # Method name must start with 'draw_' for the Canvas to automatically manage it\n",
    "        \n",
    "        # Use the provided matplotlib Axes in self.ax\n",
    "        self.ax.axis('equal')  # set square aspect ratio\n",
    "\n",
    "        # Get latest value of the metric\n",
    "        value = np.clip(metric.data[-1], 0, 1)\n",
    "        \n",
    "        # Draw pie chart\n",
    "        self.ax.pie([value, 1-value], labels=[\"Accuracy\", \"\"])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In addition to the pie chart, let's use image visualizations (which is built-in)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x864 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "history3 = hl.History()\n",
    "canvas3 = MyCanvas()  # My custom Canvas\n",
    "\n",
    "# Simulate a training loop\n",
    "loss = 1\n",
    "accuracy = 0\n",
    "for step in range(400):\n",
    "    # Fake loss and accuracy\n",
    "    loss -= loss * np.random.uniform(-.09, 0.1)\n",
    "    accuracy = max(0, accuracy + (1 - accuracy) * np.random.uniform(-.09, 0.1))\n",
    "\n",
    "    if step % 10 == 0:\n",
    "        # Log loss and accuracy\n",
    "        history3.log(step, loss=loss, accuracy=accuracy)\n",
    "\n",
    "        # Log a fake image metric (e.g. image generated by a GAN)\n",
    "        image = np.sin(np.sum(((np.indices([32, 32]) - 16) * 0.5 * accuracy) ** 2, 0))\n",
    "        history3.log(step, image=image)\n",
    "        \n",
    "        # Display\n",
    "        with canvas3:\n",
    "            canvas3.draw_pie(history3[\"accuracy\"])\n",
    "            canvas3.draw_plot([history3[\"accuracy\"], history3[\"loss\"]])\n",
    "            canvas3.draw_image(history3[\"image\"])\n",
    "\n",
    "        time.sleep(0.1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Running without a GUI\n",
    "\n",
    "If the training loop is running on a server without a GUI, then use the `History` `progress()` method to print a text status."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Step 790: loss: 0.0017109890003187407  accuracy: 0.9869219842773483  \n"
     ]
    }
   ],
   "source": [
    "# Print the metrics of the last step.\n",
    "history1.progress()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "You can also periodically saving a snapshot of the graphs to disk to view later. See `demos/history_demo.py` for an example.\n",
    "\n",
    "First, set matplotlib backend to Agg.\n",
    "```Python\n",
    "# Set matplotlib backend to Agg. MUST be done BEFORE importing hiddenlayer\n",
    "import matplotlib\n",
    "matplotlib.use(\"Agg\")\n",
    "```\n",
    "\n",
    "Then, in the training loop:\n",
    "```\n",
    "    # Print a text progress status in the loop\n",
    "    history.progress()\n",
    "\n",
    "    # Occasionally, save a snapshot of the graphs.\n",
    "    canvas.draw_plot([h[\"loss\"], h[\"accuracy\"]])\n",
    "    canvas.save(\"training_graph.png\")\n",
    "```"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Real Training Example"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create data directory in project root (to download dataset to)\n",
    "ROOT_DIR = os.path.dirname(os.path.abspath(os.getcwd()))\n",
    "DATA_DIR = os.path.join(ROOT_DIR, \"test_data\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Files already downloaded and verified\n",
      "Files already downloaded and verified\n"
     ]
    }
   ],
   "source": [
    "# CIFAR10 Dataset\n",
    "t = transforms.Compose([transforms.ToTensor()])\n",
    "train_dataset = datasets.CIFAR10(DATA_DIR, train=True, download=True, transform=t)\n",
    "test_dataset = datasets.CIFAR10(DATA_DIR, train=False, download=True, transform=t)\n",
    "\n",
    "train_loader = torch.utils.data.DataLoader(train_dataset, batch_size=50, shuffle=True)\n",
    "testloader = torch.utils.data.DataLoader(test_dataset, batch_size=50, shuffle=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "train_dataset.data\tTensor  uint8 (50000, 32, 32, 3)  min: 0.000  max: 255.000\n",
      "train_dataset.labels\tlist    len: 50000  [6, 9, 9, 4, 1, 1, 2, 7, 8, 3]\n",
      "test_dataset.data\tTensor  uint8 (10000, 32, 32, 3)  min: 0.000  max: 255.000\n",
      "test_dataset.labels\tlist    len: 10000  [3, 8, 8, 0, 6, 6, 1, 6, 3, 1]\n"
     ]
    }
   ],
   "source": [
    "# Print dataset stats\n",
    "hl.write(\"train_dataset.data\", train_dataset.train_data)\n",
    "hl.write(\"train_dataset.labels\", train_dataset.train_labels)\n",
    "hl.write(\"test_dataset.data\", test_dataset.test_data)\n",
    "hl.write(\"test_dataset.labels\", test_dataset.test_labels)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "device =  cuda:0\n"
     ]
    }
   ],
   "source": [
    "device = torch.device(\"cuda:0\" if torch.cuda.is_available() else \"cpu\")\n",
    "print(\"device = \", device)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Simple Convolutional Network\n",
    "class CifarModel(nn.Module):\n",
    "    def __init__(self):\n",
    "        super(CifarModel, self).__init__()\n",
    "        \n",
    "        self.features = nn.Sequential(\n",
    "            nn.Conv2d(3, 16, kernel_size=3, padding=1),\n",
    "            nn.BatchNorm2d(16),\n",
    "            nn.ReLU(),\n",
    "            nn.Conv2d(16, 16, kernel_size=3, padding=1),\n",
    "            nn.BatchNorm2d(16),\n",
    "            nn.ReLU(),\n",
    "            nn.MaxPool2d(2, 2),\n",
    "\n",
    "            nn.Conv2d(16, 32, kernel_size=3, padding=1),\n",
    "            nn.BatchNorm2d(32),\n",
    "            nn.ReLU(),\n",
    "            nn.Conv2d(32, 32, kernel_size=3, padding=1),\n",
    "            nn.BatchNorm2d(32),\n",
    "            nn.ReLU(),\n",
    "            nn.MaxPool2d(2, 2),\n",
    "\n",
    "            nn.Conv2d(32, 32, kernel_size=3, padding=1),\n",
    "            nn.BatchNorm2d(32),\n",
    "            nn.ReLU(),\n",
    "            nn.Conv2d(32, 32, kernel_size=3, padding=1),\n",
    "            nn.BatchNorm2d(32),\n",
    "            nn.ReLU(),\n",
    "            \n",
    "            nn.AdaptiveMaxPool2d(1)\n",
    "        )\n",
    "        self.classifier = nn.Sequential(\n",
    "            nn.Linear(32, 32),\n",
    "#             TODO: nn.BatchNorm2d(32),\n",
    "            nn.ReLU(),\n",
    "            nn.Linear(32, 10))\n",
    "\n",
    "    def forward(self, x):\n",
    "        x = self.features(x)\n",
    "        x = x.view(x.size(0), -1)\n",
    "        x = self.classifier(x)\n",
    "        return x\n",
    "\n",
    "model = CifarModel().to(device)\n",
    "\n",
    "criterion = torch.nn.CrossEntropyLoss()\n",
    "optimizer = torch.optim.SGD(model.parameters(), lr=0.01, momentum=0.9)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/waleed/miniconda3/envs/dl/lib/python3.6/site-packages/torch/onnx/utils.py:446: UserWarning: ONNX export failed on ATen operator adaptive_max_pool2d because torch.onnx.symbolic.adaptive_max_pool2d does not exist\n",
      "  .format(op_name, op_name))\n"
     ]
    },
    {
     "data": {
      "image/svg+xml": [
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       "<g id=\"graph0\" class=\"graph\" transform=\"scale(1 1) rotate(0) translate(72 1039)\">\n",
       "<title>%3</title>\n",
       "<polygon fill=\"#ffffff\" stroke=\"transparent\" points=\"-72,36 -72,-1039 333,-1039 333,36 -72,36\"/>\n",
       "<!-- CifarModel/Sequential[features]/AdaptiveMaxPool2d[20]/outputs/91/92 -->\n",
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       "<text text-anchor=\"start\" x=\"83.5\" y=\"-609\" font-family=\"Times\" font-size=\"10.00\" fill=\"#000000\">aten::adaptive_max_pool2d</text>\n",
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    "def activations_hook(self, inputs, output):\n",
    "    \"\"\"Intercepts the forward pass and logs activations.\n",
    "    \"\"\"\n",
    "    batch_ix = step[1]\n",
    "    if batch_ix and batch_ix % 100 == 0:\n",
    "        # The output of this layer is of shape [batch_size, 16, 32, 32]\n",
    "        # Take a slice that represents one feature map\n",
    "        cifar_history.log(step, conv1_output=output.data[0, 0])\n",
    "    \n",
    "# A hook to extract the activations of intermediate layers\n",
    "model.features[0].register_forward_hook(activations_hook);"
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\n",
      "text/plain": [
       "<Figure size 864x864 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "step = (0, 0)  # tuple of (epoch, batch_ix)\n",
    "cifar_history = hl.History()\n",
    "cifar_canvas = hl.Canvas()\n",
    "\n",
    "# Training loop\n",
    "for epoch in range(2):\n",
    "    train_iter = iter(train_loader)\n",
    "    for batch_ix, (inputs, labels) in enumerate(train_iter):\n",
    "        # Update global step counter\n",
    "        step = (epoch, batch_ix)\n",
    "\n",
    "        optimizer.zero_grad()\n",
    "        inputs = inputs.to(device)\n",
    "        labels = labels.to(device)\n",
    "\n",
    "        # forward + backward + optimize\n",
    "        outputs = model(inputs)\n",
    "        loss = criterion(outputs, labels)\n",
    "        loss.backward()\n",
    "        optimizer.step()\n",
    "\n",
    "        # Print statistics\n",
    "        if batch_ix and batch_ix % 100 == 0:\n",
    "            # Compute accuracy\n",
    "            pred_labels = np.argmax(outputs.detach().cpu().numpy(), 1)\n",
    "            accuracy = np.mean(pred_labels == labels.detach().cpu().numpy())\n",
    "            # Log metrics to history\n",
    "            cifar_history.log((epoch, batch_ix),\n",
    "                              loss=loss, accuracy=accuracy,\n",
    "                              conv1_weight=model.features[0].weight)\n",
    "            # Visualize metrics\n",
    "            with cifar_canvas:\n",
    "                cifar_canvas.draw_plot([cifar_history[\"loss\"], cifar_history[\"accuracy\"]])\n",
    "                cifar_canvas.draw_image(cifar_history[\"conv1_output\"])\n",
    "                cifar_canvas.draw_hist(cifar_history[\"conv1_weight\"])\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
